Ch8 Recap Flashcards

1
Q

Affirming the consequent

A

Affirming the consequent of an “If…then…” claim and attempting to infer its antecedent

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2
Q

Denying the antecedent

A

denying the antecedent of an “if…then…” claim and attempting to infer the denial of its consequent

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3
Q

Undistributed Middle

A

assuming that two things that are related to a third thing must be related to each other

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4
Q

equivocation

A

the use of claims as premises and / or conclusions that contain words or phrases that are interpreted in more than one way

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5
Q

amphiboly

A

the use of claims as a premise and/or conclusions that contain ambiguity because of their gramattical structure

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6
Q

composition

A

What is true of its parts, is true of the thing itself

assuming that what is true of a group of things taken individually must also be true of those same things taken collectively; or assuming that what is true of a whole is also true of its parts

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7
Q

confusing explanation and excuses

A

presuming that, because someone is explaining how or why some event came to pass, he or she is attempting to excuse or justify that event

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8
Q

confusing contraries and contradictories

A

to fail to notice that two conflicting claims can either be contraries (cannot be both true but can both be false) or contradictories (cannot both be true and cannot both be false)

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9
Q

contraries

A

cannot both be true but can both be false

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10
Q

contradictories

A

cannot both be true and cannot both be false

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11
Q

consistency and inconsistency

A

consistency in one’s beliefs is a requirement of rationality, but the inconsistency of a person (in changing from one belief to another inconsistent with the first) does not impugn either the previously held belief or the current one.

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12
Q

Incorrectly combining the probabilities of independent events

A

failing to realize that the probability of several independent events is determined by multipling the probabilities of the various events

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13
Q

gambler’s fallacy

A

believing that the past performance of independent events will have an effect on a further independent event

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14
Q

overlooking prior probabilities

A

failing to take into consideration the likelihood of an event all other things being equal; that is, its likelihood apart from any outside influences

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15
Q

faulty inductive conversion

A

mistakenly thinking that, from information about the percentage of As that are Bs, you can derive a conclusion about the percentage of Bs that are As

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16
Q

division

A

Assuming what is true of the whole, is true of its parts

opposite of composition. assuming what is true of the whole is true of an individual